{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 113,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "from finance_ml.multiprocessing import mp_pandas_obj\n",
    "from finance_ml.labeling import cusum_filter, get_t1, get_events, get_bins\n",
    "from finance_ml.stats import get_daily_vol\n",
    "\n",
    "\n",
    "df = pd.read_csv(\"../datasets/Google.csv\")[:1000]\n",
    "df.index = pd.DatetimeIndex(df['Date'].values)\n",
    "close = df[\"Close\"]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 118,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_rnd_t1(num_obs, num_bars, max_h):\n",
    "    t1 = pd.Series()\n",
    "    for i in xrange(num_obs):\n",
    "        ix = np.random.randin(0, num_bars)\n",
    "        val = ix + np.random.randint(1, max_h)\n",
    "    return t1.sort_index()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 119,
   "metadata": {},
   "outputs": [],
   "source": [
    "def auxMC(num_obs, num_bars, max_h):\n",
    "    t1 = get_rnd_t1(num_obs, num_bars, max_h)\n",
    "    bar_idx = range(t1.max() + 1)\n",
    "    ind_m = get_ind_matrix(bar_idx, t1)\n",
    "    phi = np.random.choice(ind_m.columns, sizez=ind_m.shape[1])\n",
    "    std_u = get_avg_uniquness(ind_m[phi]).mean()\n",
    "    phi = seq_bootstrap(ind_m)\n",
    "    seq_u = get_avg_uniquness(ind_m[phi]).mean()\n",
    "    return {'std_u': std_u, 'seq_u': seq_u}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 120,
   "metadata": {},
   "outputs": [],
   "source": [
    "def mp_sample_w(t1, num_co_events, close, molecule):\n",
    "    ret = np.log(close).diff()\n",
    "    wght = pd.Series(index=molecule)\n",
    "    for t_in, t_out in t1.loc[wght.index].iteritems():\n",
    "        wght.loc[t_in] = (ret.loc[t_in:t_out] / num_co_events.loc[t_in:t_out]).sum()\n",
    "    return wght.abs()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 122,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/tom/anaconda3/lib/python3.6/site-packages/finance_ml-0.1-py3.6.egg/finance_ml/labeling/barriers.py:37: FutureWarning: \n",
      "Passing list-likes to .loc or [] with any missing label will raise\n",
      "KeyError in the future, you can use .reindex() as an alternative.\n",
      "\n",
      "See the documentation here:\n",
      "http://pandas.pydata.org/pandas-docs/stable/indexing.html#deprecate-loc-reindex-listlike\n",
      "2018-06-30 17:12:05.200859 100.0% apply_ptslt1 done after 0.01 minutes. Remaining 0.0 minutes.\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>t1</th>\n",
       "      <th>trgt</th>\n",
       "      <th>t1_type</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2004-08-24</th>\n",
       "      <td>2004-08-25</td>\n",
       "      <td>0.036396</td>\n",
       "      <td>t1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2004-08-25</th>\n",
       "      <td>2004-08-26</td>\n",
       "      <td>0.029930</td>\n",
       "      <td>t1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2004-08-31</th>\n",
       "      <td>2004-09-01</td>\n",
       "      <td>0.026605</td>\n",
       "      <td>t1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2004-09-02</th>\n",
       "      <td>2004-09-03</td>\n",
       "      <td>0.024097</td>\n",
       "      <td>t1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2004-09-07</th>\n",
       "      <td>2004-09-08</td>\n",
       "      <td>0.023610</td>\n",
       "      <td>t1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                   t1      trgt t1_type\n",
       "2004-08-24 2004-08-25  0.036396      t1\n",
       "2004-08-25 2004-08-26  0.029930      t1\n",
       "2004-08-31 2004-09-01  0.026605      t1\n",
       "2004-09-02 2004-09-03  0.024097      t1\n",
       "2004-09-07 2004-09-08  0.023610      t1"
      ]
     },
     "execution_count": 122,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "vol = get_daily_vol(close)\n",
    "sampled_idx = cusum_filter(close, vol)\n",
    "t1 = get_t1(close, sampled_idx, num_days=1)\n",
    "trgt = vol\n",
    "events = get_events(close, t_events=sampled_idx, trgt=trgt,\n",
    "                       ptsl=1, t1=t1)\n",
    "events.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 4.1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 141,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/tom/anaconda3/lib/python3.6/site-packages/finance_ml-0.1-py3.6.egg/finance_ml/labeling/barriers.py:37: FutureWarning: \n",
      "Passing list-likes to .loc or [] with any missing label will raise\n",
      "KeyError in the future, you can use .reindex() as an alternative.\n",
      "\n",
      "See the documentation here:\n",
      "http://pandas.pydata.org/pandas-docs/stable/indexing.html#deprecate-loc-reindex-listlike\n",
      "2018-06-30 17:15:06.425237 100.0% apply_ptslt1 done after 0.01 minutes. Remaining 0.0 minutes.\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>t1</th>\n",
       "      <th>trgt</th>\n",
       "      <th>t1_type</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2004-08-24</th>\n",
       "      <td>2004-08-30</td>\n",
       "      <td>0.036396</td>\n",
       "      <td>t1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2004-08-25</th>\n",
       "      <td>2004-08-30</td>\n",
       "      <td>0.029930</td>\n",
       "      <td>sl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2004-08-31</th>\n",
       "      <td>2004-09-07</td>\n",
       "      <td>0.026605</td>\n",
       "      <td>t1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2004-09-02</th>\n",
       "      <td>2004-09-07</td>\n",
       "      <td>0.024097</td>\n",
       "      <td>t1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2004-09-07</th>\n",
       "      <td>2004-09-10</td>\n",
       "      <td>0.023610</td>\n",
       "      <td>pt</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                   t1      trgt t1_type\n",
       "2004-08-24 2004-08-30  0.036396      t1\n",
       "2004-08-25 2004-08-30  0.029930      sl\n",
       "2004-08-31 2004-09-07  0.026605      t1\n",
       "2004-09-02 2004-09-07  0.024097      t1\n",
       "2004-09-07 2004-09-10  0.023610      pt"
      ]
     },
     "execution_count": 141,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "vol = get_daily_vol(close)\n",
    "sampled_idx = cusum_filter(close, vol)\n",
    "t1 = get_t1(close, sampled_idx, num_days=5)\n",
    "trgt = vol\n",
    "events = get_events(close, t_events=sampled_idx, trgt=trgt,\n",
    "                       ptsl=1, t1=t1)\n",
    "events.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 142,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_num_co_events(close_idx, t1, molecule):\n",
    "    # Find events that span the period defined by molecule\n",
    "    t1 = t1.fillna(close_idx[-1])\n",
    "    t1 = t1[t1 >= molecule[0]]\n",
    "    t1 = t1.loc[:t1[molecule].max()]\n",
    "    # Count the events\n",
    "    iloc = close_idx.searchsorted(np.array([t1.index[0], t1.max()]))\n",
    "    count = pd.Series(0, index=close_idx[iloc[0]: iloc[1] + 1])\n",
    "    for t_in, t_out in t1.iteritems():\n",
    "        count.loc[t_in: t_out] += 1\n",
    "    return count.loc[molecule[0]: t1[molecule].max()]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 143,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
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     ]
    }
   ],
   "source": [
    "num_threads = 24\n",
    "num_co_events = mp_pandas_obj(get_num_co_events,\n",
    "                              ('molecule', events.index),\n",
    "                              num_threads,\n",
    "                              close_idx=close.index,\n",
    "                              t1=events['t1'])\n",
    "\n",
    "# num_co_events = num_co_events.loc[~num_co_events.index.duplicated(keep='last')]\n",
    "# num_co_events = num_co_events.reindex(close.index).fillna(0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 144,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 145,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f989c4320f0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax1 = plt.subplots(figsize=(16, 8))\n",
    "\n",
    "color = 'tab:red'\n",
    "ax1.set_xlabel('time (s)')\n",
    "ax1.set_ylabel('num_co_events', color=color)\n",
    "ax1.plot(num_co_events, color=color)\n",
    "ax1.tick_params(axis='y', labelcolor=color)\n",
    "\n",
    "ax2 = ax1.twinx()  # instantiate a second axes that shares the same x-axis\n",
    "\n",
    "color = 'tab:blue'\n",
    "ax2.set_ylabel('volatility', color=color)  # we already handled the x-label with ax1\n",
    "ax2.plot(vol, color=color)\n",
    "ax2.tick_params(axis='y', labelcolor=color)\n",
    "\n",
    "fig.tight_layout()  # otherwise the right y-label is slightly clipped\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 146,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.PathCollection at 0x7f989c7b94e0>"
      ]
     },
     "execution_count": 146,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f98ac0d2cf8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax1 = plt.subplots(figsize=(16, 8))\n",
    "\n",
    "color = 'red'\n",
    "ax1.set_xlabel('time')\n",
    "ax1.set_ylabel('num_co_events', color=color)\n",
    "ax1.scatter(num_co_events.index, num_co_events.values, color=color)\n",
    "\n",
    "ax2 = ax1.twinx()\n",
    "\n",
    "color = 'blue'\n",
    "ret = close.pct_change().dropna()\n",
    "ax2.set_ylabel('return', color=color)\n",
    "ax2.scatter(ret.index, ret.values, color=color)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 4.2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 329,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_ind_matrix(bar_idx, t1):\n",
    "    ind_m = pd.DataFrame(0, index=bar_idx,\n",
    "                         columns=range(t1.shape[0]))\n",
    "    for  i, (t0_, t1_) in enumerate(t1.iteritems()):\n",
    "        ind_m.loc[t0_:t1_, i] = 1\n",
    "    return ind_m\n",
    "\n",
    "def get_avg_uniq(ind_m, c=None):\n",
    "    if c is None:\n",
    "        c = ind_m.sum(axis=1)\n",
    "    ind_m = ind_m.loc[c > 0]\n",
    "    c = c.loc[c > 0]\n",
    "    u = ind_m.div(c, axis=0)\n",
    "    avg_u = u[u>0].mean()\n",
    "    avg_u = avg_u.fillna(0)\n",
    "    return avg_u"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 330,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0    0.600000\n",
       "1    0.500000\n",
       "2    0.666667\n",
       "3    0.444444\n",
       "4    0.833333\n",
       "dtype: float64"
      ]
     },
     "execution_count": 330,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ind_m = get_ind_matrix(close.index, events['t1'])\n",
    "avg_uniq = get_avg_uniq(ind_m)\n",
    "avg_uniq.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 4.3"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 331,
   "metadata": {},
   "outputs": [],
   "source": [
    "def seq_bootstrap(ind_m, s_length=None):\n",
    "    if s_length is None:\n",
    "        s_length = ind_m.shape[1]\n",
    "    phi = []\n",
    "    while len(phi) < s_length:\n",
    "        c = ind_m[phi].sum(axis=1) + 1\n",
    "        avg_u = get_avg_uniq(ind_m, c)\n",
    "        prob = (avg_u / avg_u.sum()).values\n",
    "        phi += [np.random.choice(ind_m.columns, p=prob)]\n",
    "    return phi"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 335,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[41, 267, 201, 37, 391, 312, 321, 326, 124, 289, 310, 109, 366, 97, 251, 16, 409, 328, 378, 237, 84, 108, 412, 10, 24, 67, 58, 193, 78, 53, 171, 73, 388, 403, 294, 141, 42, 208, 263, 270, 48, 319, 303, 46, 232, 395, 202, 345, 230, 56, 89, 226, 272, 198, 363, 164, 292, 41, 136, 256, 383, 122, 209, 71, 191, 119, 401, 294, 53, 61, 206, 307, 252, 302, 251, 395, 240, 336, 321, 187, 306, 398, 107, 280, 8, 351, 219, 154, 394, 387, 82, 44, 39, 351, 9, 59, 299, 399, 139, 405, 397, 105, 318, 304, 227, 32, 54, 183, 63, 119, 267, 342, 327, 118, 60, 8, 16, 31, 330, 291, 404, 214, 145, 87, 234, 165, 417, 228, 66, 172, 220, 242, 332, 333, 72, 263, 195, 157, 51, 348, 178, 328, 195, 344, 291, 176, 62, 2, 211, 387, 169, 167, 189, 288, 21, 379, 361, 124, 349, 180, 19, 111, 4, 348, 146, 245, 382, 275, 308, 99, 382, 337, 352, 326, 249, 94, 279, 126, 367, 238, 370, 353, 336, 253, 301, 225, 295, 64, 130, 30, 383, 85, 87, 352, 115, 277, 147, 91, 329, 144, 50, 193, 402, 269, 324, 385, 71, 229, 107, 342, 151, 360, 182, 129, 221, 293, 78, 299, 357, 406, 280, 112, 43, 57, 399, 375, 213, 64, 230, 412, 236, 285, 275, 81, 38, 339, 300, 203, 121, 194, 150, 69, 341, 410, 113, 102, 128, 377, 266, 75, 135, 103, 282, 353, 119, 157, 100, 143, 331, 344, 414, 57, 225, 157, 176, 403, 6, 223, 48, 80, 23, 5, 347, 233, 262, 288, 89, 244, 163, 263, 345, 417, 192, 51, 29, 364, 34, 98, 5, 270, 277, 7, 349, 144, 82, 215, 154, 388, 61, 220, 2, 323, 258, 105, 396, 11, 24, 361, 19, 340, 291, 133, 299, 302, 338, 205, 408, 346, 106, 248, 166, 205, 380, 257, 139, 358, 117, 185, 297, 114, 308, 27, 177, 77, 187, 6, 373, 283, 50, 117, 16, 190, 103, 342, 318, 82, 95, 239, 347, 80, 373, 99, 308, 65, 2, 362, 278, 393, 173, 260, 366, 149, 110, 58, 162, 188, 70, 183, 174, 220, 55, 248, 377, 416, 112, 315, 243, 76, 34, 413, 177, 185, 12, 214, 93, 340, 49, 274, 28, 386, 162, 389, 216, 369, 260, 7, 206, 174, 14, 409, 83, 252, 137, 53, 75, 254, 235, 1, 407, 312, 231, 155, 181, 1, 244, 415, 298, 53, 101, 238]\n"
     ]
    }
   ],
   "source": [
    "phi = seq_bootstrap(ind_m)\n",
    "print(phi)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 4.4"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 337,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/tom/anaconda3/lib/python3.6/site-packages/finance_ml-0.1-py3.6.egg/finance_ml/labeling/barriers.py:37: FutureWarning: \n",
      "Passing list-likes to .loc or [] with any missing label will raise\n",
      "KeyError in the future, you can use .reindex() as an alternative.\n",
      "\n",
      "See the documentation here:\n",
      "http://pandas.pydata.org/pandas-docs/stable/indexing.html#deprecate-loc-reindex-listlike\n",
      "2018-06-30 19:30:36.596433 100.0% apply_ptslt1 done after 0.01 minutes. Remaining 0.0 minutes.\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>t1</th>\n",
       "      <th>trgt</th>\n",
       "      <th>t1_type</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2004-08-24</th>\n",
       "      <td>2004-08-25</td>\n",
       "      <td>0.036396</td>\n",
       "      <td>t1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2004-08-25</th>\n",
       "      <td>2004-08-26</td>\n",
       "      <td>0.029930</td>\n",
       "      <td>t1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2004-08-31</th>\n",
       "      <td>2004-09-01</td>\n",
       "      <td>0.026605</td>\n",
       "      <td>t1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2004-09-02</th>\n",
       "      <td>2004-09-03</td>\n",
       "      <td>0.024097</td>\n",
       "      <td>t1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2004-09-07</th>\n",
       "      <td>2004-09-08</td>\n",
       "      <td>0.023610</td>\n",
       "      <td>t1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                   t1      trgt t1_type\n",
       "2004-08-24 2004-08-25  0.036396      t1\n",
       "2004-08-25 2004-08-26  0.029930      t1\n",
       "2004-08-31 2004-09-01  0.026605      t1\n",
       "2004-09-02 2004-09-03  0.024097      t1\n",
       "2004-09-07 2004-09-08  0.023610      t1"
      ]
     },
     "execution_count": 337,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "vol = get_daily_vol(close)\n",
    "sampled_idx = cusum_filter(close, vol)\n",
    "t1 = get_t1(close, sampled_idx, num_days=1)\n",
    "trgt = vol\n",
    "events = get_events(close, t_events=sampled_idx, trgt=trgt,\n",
    "                       ptsl=1, t1=t1)\n",
    "events.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 339,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2018-06-30 19:33:09.625546 100.0% mp_num_co_events done after 0.0 minutes. Remaining 0.0 minutes.\n",
      "2018-06-30 19:33:10.141670 100.0% get_sample_tw done after 0.0 minutes. Remaining 0.0 minutes.\n"
     ]
    }
   ],
   "source": [
    "num_threads = 24\n",
    "num_co_events = mp_pandas_obj(mp_num_co_events,\n",
    "                              ('molecule', events.index),\n",
    "                              num_threads,\n",
    "                              close_idx=close.index,\n",
    "                              t1=events['t1'])\n",
    "\n",
    "num_co_events = num_co_events.loc[~num_co_events.index.duplicated(keep='last')]\n",
    "num_co_events = num_co_events.reindex(close.index).fillna(0)\n",
    "tw = mp_pandas_obj(get_sample_tw,\n",
    "                   ('molecule', events.index),\n",
    "                   num_threads,\n",
    "                   t1=events['t1'],\n",
    "                   num_co_events=num_co_events)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 367,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_time_decay(tw, last_w=1., truncate=0, is_exp=False):\n",
    "    cum_w = tw.sort_index().cumsum()\n",
    "    init_w = 1.\n",
    "    if is_exp:\n",
    "        init_w = np.log(init_w)\n",
    "    if last_w >= 0:\n",
    "        if is_exp:\n",
    "            last_w = np.log(last_w)\n",
    "        slope = (init_w - last_w) / cum_w.iloc[-1]\n",
    "    else:\n",
    "        slope = init_w / ((last_w + 1) * cum_w.iloc[-1])\n",
    "    const = init_w - slope * cum_w.iloc[-1]\n",
    "    weights = const + slope * cum_w\n",
    "    if is_exp:\n",
    "        weights =np.exp(weights)\n",
    "    weights[weights < truncate] = 0\n",
    "    return weights\n",
    "\n",
    "def get_sample_tw(t1, num_co_events, molecule):\n",
    "    wght = pd.Series(index=molecule)\n",
    "    for t_in, t_out in t1.loc[wght.index].iteritems():\n",
    "        wght.loc[t_in] = (1. / num_co_events.loc[t_in: t_out]).mean()\n",
    "    return wght"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 368,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "2004-08-24    0.100521\n",
       "2004-08-25    0.101044\n",
       "2004-08-31    0.101746\n",
       "2004-09-02    0.102453\n",
       "2004-09-07    0.103165\n",
       "dtype: float64"
      ]
     },
     "execution_count": 368,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "exp_decay = get_time_decay(tw, last_w=.1, is_exp=True)\n",
    "exp_decay.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 364,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0"
      ]
     },
     "execution_count": 364,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "np.clip(-3, 0, None)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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